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NUMERICAL SIMULATIONS OF VISCOELASTIC FLOWS IN FIBROUS POROUS MEDIA

机译:纤维状多孔介质中粘弹性流动的数值模拟

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Viscoelastic flow in porous media has important applications in engineering fields such as composite manufacturing, textile coating and chemical enhanced oil recovery industry. The flow resistance of polymeric surfactant in porous system is of great interest. Experimental results indicate a gradually increment dramatic increase of flow resistance above a critical Weissenberg number. However, the steady state numerical simulations show that no evident increase of flow resistance with increasing pure elasticity. Talwar and Khomami simulated creeping flow of shear thinning viscoelastic fluids past periodic regular arrays of fibers with different viscoelastic models and their results indicated that as the pressure drop is progressively increased, the flow resistance decreases initially and then rebounds to its initial value. These discrepancies between their works motivate current numerical study to investigate effects of elasticity, shear-thinning and elongational hardening of a fluid on the flow resistance to the porous system.
机译:多孔介质中的粘弹性流动在诸如复合制造,纺织品涂层和化学增强的石油回收行业等工程领域具有重要应用。聚合物表面活性剂在多孔系统中的流动性具有很大的兴趣。实验结果表明,在临界Weissenberg数之上的流动阻力逐渐增加。然而,稳态数值模拟表明,由于纯弹性增加,无动的流动阻力增加。 Talwar和Khomami模拟剪切薄粘弹性液体爬过的爬斗流过周期常规纤维阵列,具有不同的粘弹性模型及其结果表明,随着压降逐渐增加,流动阻力最初降低,然后反弹到其初始值。其作品之间的这些差异激励了当前的数值研究,以研究弹性,剪切稀释和伸长液的影响对多孔系统的流动性。

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